In this figure, ∆ABC ~ ∆MBP. Suppose that the ratio between the lengths of the sides of the larger ∆ABC to the lengths of the sides of the smaller ∆MBP is 2:1. If BC is 12 feet, what is BP? ft.

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18-06-2024
Mathematics

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In this figure, ∆ABC ~ ∆MBP. Suppose that the ratio between the lengths of the sides of the larger ∆ABC to the lengths of the sides of the smaller ∆MBP is 2:1. If BC is 12 feet, what is BP? ft.

Sagot :

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In this figure, ∆ABC ~ ∆MBP. Suppose that the ratio between the lengths of the sides of the larger ∆ABC to the lengths of the sides of the smaller ∆MBP is 2:1. If BC is 12 feet, what is BP? ft.

Sagot :

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